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London-Heitler

Komasa J and Thakkar A J 1995 Accurate Heitler-London interaction energy for He2 J. Mol. Struct. (Theochem) 343 43... [Pg.213]

One widely used valence bond theory is the generalised valence bond (GVB) method of Goddard and co-workers [Bobrowicz and Goddard 1977]. In the simple Heitler-London treatment of the hydrogen molecule the two orbitals are the non-orthogonal atomic orbitals on the two hydrogen atoms. In the GVB theory the analogous wavefunction is written ... [Pg.145]

If the overlap integral is neglected, the Heitler-London equation becomes... [Pg.195]

In the case of the hydrogen molecule-ion H2" ", we defined certain integrals Saa, Taa, Tab, Labra- The electronic part of the energy appropriate to the Heitler-London (singlet) ground-state wavefunction, after doing the integrations... [Pg.92]

The classical VB wave function, on the other hand, is build from the atomic fragments by coupling the unpaired electrons to form a bond. In the H2 case, the two electrons are coupled into a singlet pair, properly antisymmetrized. The simplest VB description, known as a Heitler-London (HL) function, includes only the two covalent terms in the HF wave function. [Pg.196]

Heitler-London wave function, 15-16 Helium atom, wave function for, 3 Heterolytic bond cleavage, 46, 51, 47,53 Histidine, structure of, 110 Huckel approximation, 8,9,10,13 Hydrocarbons, force field parameters for, 112... [Pg.232]

LD model, see Langevin dipoles model (LD) Linear free-energy relationships, see Free energy relationships, linear Linear response approximation, 92,215 London, see Heitler-London model Lysine, structure of, 110 Lysozyme, (hen egg white), 153-169,154. See also Oligosaccharide hydrolysis active site of, 157-159, 167-169, 181 calibration of EVB surfaces, 162,162-166, 166... [Pg.232]

Instead of formulating the wave function for a crystal as a sum of functions describing various ways of distributing the electron-pair bonds among the interatomic positions, as was done in the first section of this paper, let us formulate it in terms of two-electron functions describing a single resonating valence bond. A bond between two adjacent atoms ai and cq- may be described by a function < i3-(l, 2) in which 1 and 2 represent two electrons and the function i may have the simple Heitler-London form... [Pg.391]

This can be given a simple quantitative description by means of the Heitler-London molecular orbital theory, but this requires more details than is appropriate in this text. Appendix I provides some of the details for interested readers. Only an outline will be given here. [Pg.36]

In the Heitler-London approximation, with allowance made only for biquadratic anharmonic coupling between collectivized high-frequency and low-frequency modes of a lattice of adsorbed molecules (admolecular lattice), the total Hamiltonian (4.3.1) can be written as a sum of harmonic and anharmonic contributions ... [Pg.175]

The classic HLSP-PP-VB (Heitler-London-Slater-Pauling perfect-pairing valence-bond) formalism and its chemical applications are described by L. Pauling, The Nature of the Chemical Bond. 3rd edn. (Ithaca, NY, Cornell University Press, 1960 G. W. Wheland, The Theory of Resonance (New York, John Wiley, 1944) and H. Eyring, J. Walter, and G. E. Kimball, Quantum Chemistry (New York, John Wiley, 1944). [Pg.354]

Herring, C. Critique of the Heitler-London method of calculating spin couplings at large distances,... [Pg.351]

These results are confirmed by the corresponding VB calculations using the full Cl of three singlets from two orbitals (Heitler-London plus two ionic structures). [Pg.50]


See other pages where London-Heitler is mentioned: [Pg.196]    [Pg.5]    [Pg.11]    [Pg.144]    [Pg.3]    [Pg.259]    [Pg.15]    [Pg.16]    [Pg.17]    [Pg.232]    [Pg.316]    [Pg.233]    [Pg.35]    [Pg.140]    [Pg.80]    [Pg.109]    [Pg.115]    [Pg.108]    [Pg.376]    [Pg.102]    [Pg.102]    [Pg.105]    [Pg.566]    [Pg.292]    [Pg.215]   
See also in sourсe #XX -- [ Pg.3 , Pg.122 , Pg.189 ]

See also in sourсe #XX -- [ Pg.237 ]




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Exciton states beyond the Heitler London approximation

Extensions to the simple Heitler-London treatment

Heitler London functions

Heitler-London Bondonic Condensation

Heitler-London HL wave function

Heitler-London Valence Bond theory

Heitler-London approach

Heitler-London approach generalization

Heitler-London approximation

Heitler-London calculation

Heitler-London configuration

Heitler-London dispersion forces

Heitler-London energy

Heitler-London equation

Heitler-London exchange

Heitler-London exchange term

Heitler-London integral

Heitler-London interaction energy

Heitler-London method

Heitler-London model

Heitler-London molecular orbital theory

Heitler-London paper

Heitler-London problem

Heitler-London procedure

Heitler-London results

Heitler-London simulation

Heitler-London structures

Heitler-London theory

Heitler-London treatment

Heitler-London treatment of the hydrogen molecule

Heitler-London valence bond solution

Heitler-London wave function, high

Heitler-London wave functions

Heitler-London wavefunction

Heitler-London, Pauling-Slater approach

Heitler-London-Slater-Pauling

Heitler-London-Slater-Pauling functions

Hydrogen Heitler-London model

Hydrogen molecule, Heitler-London

Hydrogen molecule, Heitler-London treatment

London

London and Heitler

Non-Heitler-London term

Perturbation theory. A comparison with results obtained in the Heitler-London approximation

Small corrections to Heitler-London approximation

The Heitler-London Method

The Heitler-London calculation

The Treatment of Heitler and London

Valence bond theory Heitler-London formulation

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